Results 211 to 220 of about 67,700 (265)
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Eccentric exercise ≠ eccentric contraction
Journal of Applied Physiology, 2023Apparent eccentric exercises do not result in isolated eccentric contractions, but shortening-stretch contractions at the fascicle level. The amount of fascicle shortening and stretch depends on the preactivation during the exercise and cannot be estimated from the muscle-tendon unit (MTU) or joint kinematics.
Paolo Tecchio +2 more
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On eccentricity functions for eccentric orbits
Celestial Mechanics, 1982Summary: Situations arise in celestial mechanics where orbital eccentricities are large and yet it is desirable to maintain the Darwin-Kaula Fourier decomposition of the perturbing function. Evaluation of the appropriate eccentricity functions \(G_{lpq}(e)\) requires a double summation which, for practical purposes, must be truncated.
Szeto, A., Lambeck, K.
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The eccentric disk and its eccentric behavior
European Journal of Physics, 2021Abstract Providing example problems that stimulate curiosity and cultivate intuition among students is a prominent responsibility for physics educators. A concept that can be particularly challenging for students to grasp and educators to convey is the relationship between frictional and normal forces in rolling motion.
S A Moore, Dean Culver, B P Mann
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Acute Cardiac Care, 2006
Coronary angiography has a poor predictive value for the detection of eccentric plaque morphology. Many reports have demonstrated discordance between the angiographic classification and the intravascular ultrasound (IVUS) classification. Although eccentricity is usually considered a dichotomous character, more than two-thirds of all coronary stenosis ...
Prashant, Nair +2 more
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Coronary angiography has a poor predictive value for the detection of eccentric plaque morphology. Many reports have demonstrated discordance between the angiographic classification and the intravascular ultrasound (IVUS) classification. Although eccentricity is usually considered a dichotomous character, more than two-thirds of all coronary stenosis ...
Prashant, Nair +2 more
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Networks, 1999
Summary: The eccentricity \(e(v)\) of a vertex \(v\) in a connected graph \(G\) is the distance between \(v\) and a vertex farthest from \(v\). A vertex \(u\) is an eccentric vertex of \(v\) if \(d(u,v)= e(v)\). A vertex \(w\) of \(G\) is an eccentric vertex of \(G\) if \(w\) is an eccentric vertex of some vertex of \(G\). The eccentricity \(e(G)\) of \
Gary Chartrand +3 more
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Summary: The eccentricity \(e(v)\) of a vertex \(v\) in a connected graph \(G\) is the distance between \(v\) and a vertex farthest from \(v\). A vertex \(u\) is an eccentric vertex of \(v\) if \(d(u,v)= e(v)\). A vertex \(w\) of \(G\) is an eccentric vertex of \(G\) if \(w\) is an eccentric vertex of some vertex of \(G\). The eccentricity \(e(G)\) of \
Gary Chartrand +3 more
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On Eccentric Connectivity Index of Eccentric Graph of Regular Dendrimer
Mathematics in Computer Science, 2016zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Atulya K. Nagar, S. Sriram
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The eccentricities of osteopathy
BMJ, 2012The medical world can boast more than its fair share of eccentrics. But few come more eccentric than Andrew Taylor Still (1828-1917), the founder of osteopathy, who made his name riding the Wild West with a sack of bones slung over his shoulder. Born in Virginia, the son of a Methodist minister, Still enjoyed little formal schooling; his classroom was
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